Derivatives: A Comprehensive Study of Rate of Change

Ambrish Kr. Pandey, Samkach Singh
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Abstract

In mathematics, derivatives are the rate of change of a function with respect to a variable, and they are necessary for answering complex mathematical problems and differential equations. In this paper, a detailed study on the use and concept of derivative that how it comes into existence, how it can be used to calculate the differential coefficients of a function at a particular point in an effective manner, and what are the applications of the rate of change of functions in mathematics as well as in real-life situations is presented. This study will help to understand the in-depth concept of calculus to the new researchers and students of mathematics.
衍生品:变化率的综合研究
在数学中,导数是一个函数相对于一个变量的变化率,它们对于回答复杂的数学问题和微分方程是必要的。本文详细研究了导数的使用和概念,它是如何产生的,如何有效地计算函数在某一点的微分系数,以及函数的变化率在数学和现实生活中的应用。本研究将有助于初学数学的学者和学生更深入地了解微积分的概念。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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